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  • Grad Photo
    Imported Pictures
    September 08, 2008
    These are pictures Nexopia has moved into the gallery when we updated our picture system.

Grad Photo
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Grad Photo

BASICS

Height:169 cm - 173 cm (5'7" - 5'8")
Weight:51 Kg - 55 Kg (111 lbs - 120 lbs)
Birthday:December 08, 1988
Sexual Orientation:Heterosexual
Dating:Single
Location:Surrey, Vancouver, British Columbia, Canada
Join Date:08:32pm | Mar 28, '06
Profile Updated:08:52am | Oct 04, '07
Last Active:09:40pm | Aug 27, '11

INTERESTS

Reading Material:Fiction, Fantasy, Humor, Mysteries, Non-fiction, Poetry, Sci-fi
Movies:Animated, Comedy, Documentaries, Musicals, Science Fiction, Spy/Political Thrillers
Art:Journal Writing, Writing
Animals/Pets:Cats
Video Games:Role Playing, Simulations, Strategy
Music:Classical
Sports:Badminton, Bowling, Fishing, Tennis
Activities:Listening to music, Pool/Billiards, Reading, Traveling
Musical Instruments:Clarinet, Keyboard, Organ, Piano, Recorder
Computers:E-mail, Gaming, Instant Messaging, Programming, Surfing the net

SOME STUFF

http://www.youtube.com/watch?v=eCk0lYB_8c0&mode=re​lated&search=
This is what happens when you put Alkali metals in water







And now in poem form:
To prove Pythagoras was right
With new-found ease and much delight, --
Let's say hypotenuse is c,
With one leg a and 'tother b.

On c we draw a square with pride,
Then triangles on every side.
The square of (a + b), you see,
Is c squared plus two times ab.

Equate and cancel 2ab
--- And we have reached the Q.E.D.

UNTITLED (PARADOX!)


Bach is not amused!


Mozart: Rebelled against authority, became an alchoholic, died at 35...like a rockstar!


Beethoven is working. Do not disturb!


Haydn. A museum had his mummified head for a while. That's creepy.


Wagner: He wrote a bloody long opera

MATHEMATICS


Paul Erdos: The man who was high on math. And stimulant drugs, such as amphetamine.


Proof of the infinitude of prime numbers by Reductio ad absurdum

Assume P1 = 2, P2 = 3, P3 = 5 and so on
Assume Pn to be the largest prime.
Let Q = (P1xP2...xPn)+1
By construction, Q is not evenly divisable by any element of (P1xP2...xPn) So Q must either be a prime larger than Pn or be divisible by a prime larger than Pn. (By the fundamental theorem of arithmetic, every number is either a prime number or is expressible as a product of prime numbers) Thus, Pn is not the largest prime, contradiction.
Q.E.D.


extra points if you know who this is





hehehe

LATEST BLOG ENTRY

 
04:37am | Jul 21, '06 | Comments(2)
Firstblog entry

SIlly hair smiley!